Kishore and Keerthi started a project with their respective investments in the ratio of
4:5. After the project started, Sylaja and Sachin also joined with investments in the ratio
of 3:2. If at the end of the year, Sylaja's share of the total profit amount was Rs.4000
more than that of Keerthi and 65% more than that of Kishore, then what was Sachin's
share of the total profit amount?
Answers
Answer :-
we know that, Profit is distributed in the ratio of their investment .
So,
→ Profit of Sylaja = 65% more than that of Kishore .
→ Profit of Sylaja = (165/100) Kishor
→ Investment by Sylaja / Investment by Kishore = 33/20
→ Sylaja : Kishore = 33 : 20 .
now, we have,
- Kishore : Keerthi = 4 : 5
- Sylaja : Sachin = 3 : 2
- Sylaja : Kishore = 33 : 20 .
Making ratio same we get,
- Kishore : Keerthi = (4 : 5)*5 = 20 : 25
- Sylaja : Sachin = (3 : 2)*11 = 33 : 22
- Sylaja : Kishore = 33 : 20
then,
→ Kishore : Keerthi : Sylaja : Sachin = 20 : 25 : 33 : 22 .
given that,
→ Sylaja share - Keerthi share = 4000
→ 33 - 25 = 4000
→ 8 = 4000
→ 1 = 500
then,
→ Sachin share = 22 => 22 * 500 = Rs.11000 (Ans.)
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Answer:
Kishore and Keerthi started a project with their respective investments in the ratio of
4:5. After the project started, Sylaja and Sachin also joined with investments in the ratio
of 3:2. If at the end of the year, Sylaja's share of the total profit amount was Rs.4000
more than that of Keerthi and 65% more than that of Kishore, then what was Sachin's
share of the total profit amount?